Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit348-03-20020929_230400_20020930_034900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/29 |
Start Time | | 2002/09/29 23:04 |
End Time | | 2002/09/30 03:47 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 9.49 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 138.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit348-03-20020929_230400_20020930_034900-constBx0 |
Minimum Dst Value | | 1 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMzoyNToyMCBFU1QgMjAxONgLtYIAAAHOdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNDgtMDMtMjAwMjA5MjlfMjMwNDAwXzIwMDIwOTMwXzAzNDkwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMiB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wOS0yOVQyMzowNDowMC4wMDBaIiwgIm1heCI6IjIwMDItMDktMzBUMDM6NDc6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjE1MzYwODk5OTUsICJtYXgiOjAuNjk5NDUxMDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfQjJHYwAAAAEZ0FNQQAAr8g3BYrpAABCBklEQVR4nO3df1gd1Z0/cAKEkAQRAjEkISmJYYsVE4LUJRuSYkoUlSqxbBbzw2ASDatYqSXhVtGQXTTUjT7UTQ3dkC4+iw3GbMqjJGZ92LK7sWJKGuzSBmOsRGmXGLRUry0WlHw/y6ed7+y9d+bOvXd+3Tnv1x95LjdzZ86ZMzPnM3POnBNxCQAAAAB0FWF1AgAAAACcBgEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM6cGWBFRDgzXwAAhjLi4vnaa6+lp6f7XbMRm7aqLkAdBJdEC7Bw0AMAqDDiIpmXl3fkyBFLNo0AS0eOzJShnLm/Ar1VOnr06MqVK6dMmTJ79uxNmzZduHBB/r9DQ0Pz5s2T/+RXv/pVUVFRwgT6QH/63Mr4+PiOHTtomcTERJfLRX9q2Zzk5ZdfXrVqVWxsLC22ZcuWDz74QH21St8Hup7h4eE777xzxowZycnJO3fu9JsepeUDypTSPlFKpFLRBLpzwmLPB7dzPAR3NHrvYaVE6rLnjeBxskf82aRJk2bNmlVaWjowMKDy8yDSPzg4eO+996alpU2ePJl+VVhYSDvZZ2I8vqQPX/rSl+SboM9XXXWVfAHpv/r6+m6//XYqiJiYmJycnBdeeIG//93vfkfpTE9Pnzp1Km39tttu6+jo8Jtm78QEvYC3+Pj4Tz/9NPRNB8HomECpFILbri6pVbrs6L4hjUQOy5yZ80CvEddffz3dYFHN8fHHH+/atYuOTvn/0rXy8ccfl/9k2bJlDz/88PCEb3/72/Snz600NjZmZ2e/M4E+7N+/X8vmJKtXrz527Jjb7X7//fe3bdt2yy23qK9W6ftA11NWVka1zoUJa9eu/cEPfqC+HqXlA8qU0j5RSqRS0QS6c8Jizwe3czwEdzR672GlROqy543gHWDxh88///w3v/nNt771rby8PJWfB5r+X//611/4whdotWfOnPnDH/5A1dtLL7104403+kyMx5f0gSrpF198UfqvH/3oR/SNd4D11ltvUXS4Z8+ed999l2KX119//etf/zr/F23r7rvvpgX++Mc/Xrx48fnnn//KV76inmafiQl6gaB/EnYBlkopWBhgKV12dN+QRgiwwgYdxA888MCsCfRBuiuiInzqqadSU1PprpT//M53vnPFFVfQjcV9991HFxppsUuyW1ifBU/H5bRp06Q/6Sp55ZVXjoyMyBemBag24s8fffSRfHk5CrzoQOfP9GH58uV+N6eENjd9+nT11WrZnJb1JCUl0ZnJn6kS9Vn9yNejZXm/mZKT7xOVTPksmlB2jt9E2mHPa9w53oI4Gn3uYaVEhrjnx8bGHnnkkfnz5yckJFCNxV+qnO/79u2jOIZu03Nzc3t7e/n7jo6OpUuX0pf0XxwJeZ/sHmf97373u6lTp9KH8vJy+b3BgQMH6Bv19Pu8gGzevJluunzmUekn8rQdOnRIvgnK3QsvvOCd+HXr1tXV1fncBGWHMqWUAPlGVS6SlxR2vvrFM9CfeF+3fRar0mEgd/bsWQpuKC/x8fFr1qwZGhrSkh31jdIBQCuk5WlH+cyvSikoHW/Sn1qOVboH+Pu///u0tLTExMS77rrrk08+8bnfVPi8xvo8KeQr9LszlRLmfRZ7b0tLJb5ixYqDBw9KCab4dfbs2VqOarsJswCLCq+goGBgAt15P/roo/w9lc1tt91G96PSn7TYryfQh9raWul7jw8e6EDZvXu3POS/+eabn3vuOY+flJSU0KapvOm+v6amhv70uTY6OqVDk24l6ZjzuzklbW1t+fn56qv1uzmN66EalP7kz1SV+l2PluX9ZkrisU9UMuWzaELZOX4Tafme175zvAVxNPrcw0qJDHHPU0VF++ftt9/+7W9/W1lZyV+qnO/FxcX9/f2U5l27dkkRCV2FDx8+TJdsuiJv2bJFWli+IXklMTg4WF1dzQ94KMJYuXLl888/T59bW1vp8+joqHr6fV5GKA1UP/nMo9JP5NclSlV6evpPfvIT+rOzs5M+0zfeFy6qnJR6Jtx0001r16599dVX//CHPygl45KGi6TKzldaZ6A/8b5u+yxWpdXKLV68+Mc//jFlmS7LFRUVW7du1Z4dnxulCzvtyd9MuOGGG3xmQaUU/AZYWo7VJ5988qtf/eo777xDJ8WGDRsefPBBn/tNhc9rrM9UyVfod2cqJcznWeyxLS2V+PHjx6+66io68vm/aP/U19f7zawNhVmAtXDhwl/+8pf8mW416PaaP1PZnD9/XlqM/pQW+8UvfiFfzOODHEfZdEt37tw5/uaVV1657rrruEuE/CfcCsDL0welAz0yMpKv0YQ+REVFqW9OyenTpxcsWCBdtZVWq7457evZuHHj+vXr359At2jR0dHq6/G7vJZMMe99opRIpaIJeudoSaS1e177zvEp0KNRaQ8rJTLEPb9o0SLp4YFE5Xyn2Ig///73v+dHUGTevHlPP/30e++955E175xK6BacLhH8XxcuXKBicrlc9K/UFy3QI4d2iDyy8X5U4P0Tj//9/ve/f+utt16aaOz7p3/6J+8FeCsjIyM+E/DRRx9RHbZkyZLY2FjagVVVVT5v/f1eJFV2vlLeA/2J93XbZ7EqrVYJ7YHU1FTt2VHaaF9fH3+mH/rMgkop+A2wtByrGRkZb775Jn+mA5LqGmkx+X5T4vMaq5QqpRX63JlKCfN5FntsS2Ml/uUvf5nv7t566y1KABWNal5tKswCLLpkSAc0faA/+TOVjbxnKP2ptJjHBw90MO3cuXPFihX85zXXXHPixAnvn1AA/u1vf1vqg0V/SsvIL6Z+7909Nufxc0Z3sfPnzz958qT0TXCPCrSv58MPP6SKkyoeuj977LHHUlJS1NejvrxP3itR2idKiVQqGh2fYNltz2vfOT4FejQq7WGlRAa6czyOdvmpLVE53+WLSX/+7Gc/Ky4uTkpKSk9Pl9r1lBbm9Dz88MPybmd0P00LSG2UWvabB9oh3lWatNHJkyd7tHBRviiGky9GC8yePfuHP/wh/Su1snmsR+XZiYQuiRQ5bdq0SakXjvq+1bjz5QL9ifd12+N/1Vcr193dTeVIhyUfVFIcHGh25MtLJeXRSi4J5QmWlmOVoj35zYD8OPHYb1oqDp/J8LlCvztTKWE+z2KPbWmsxNva2r74xS9+9tlnd9xxB0WiPnNhf2EWYGm8Q5LfnNEH78VUmq6pmpEarSO88Pd0eOnVB0u+OW+tra1z5sw5deqUltWqbC6g9ch973vfo9pUfT0qy2vPlJx8nyglUqlo9OqDZbc9L9Gyc3wK9GhU2sNKiQxxz1M1E9ATLPliHn/SZbq9vV2K/DxOdo+F6USWHlq88cYbdK985MiRuXPnSk/yAj1yKKBxuVweX0obveqqq15//XX5f3V1daWlpXkstnv37ujoaKlZxLu2pt3++OOPq6eE0U3gZZdd5v2934uk0s5XuXgG8QRLy59anmDRl88++yxF/1Ql07/eeyzQY0nLEyyVUpAHatLTl8HBwYCOVYow+vv7VVauxO81Vv2k8LszlRLm8yz22JbGgqA9Q/d427dvp7ND6iAYdsIswKLbTan5lkLsmpoa/t77JLnhhhu4ewF98O4KMHPmzDNnzkjLb9y4kf4cHR197733Kioq/L52Qddc2jQ/wXrooYeUrrn79u3z+f6Rls1dmmjnplsQ6ST3u1ql7wNdz/r162n3UtYOHjw4b9486VGw0nqUlg8oU0r7RCmRcvKiCXTnBJRIq/Z8KDvH70YDPfiVEhninn/sscfy8/N/9atfyXtvaD/f+UNpaSldu+lyTJUWVTD8pcfJLv/tBx988Mgjj+Tm5l6a6IJGF/T//M//pM8vvvji0qVLuaVPJf0+67nz58/TpqW3CCk7L730krQkhaS0lf/4j//4aEJnZ2dmZuYTTzyhssJLvgKst956i2rlp556ivbMp59+evLkSen9ta985SvPP//8hQsXqEwpzdu2bbvpppt8rlP9Iqm08z32p5zG8lLagUp/Kq1WjvbGj370I9oVdAjRrvDeY4EeS7S81Afrxhtv9JkFlVKQlqfaYdeuXXR0UVnceuutAR2rDQ0NlGb6hhb77//+77/5m79R359M6bIjp3JSXNKwM5US5vMs9tiW9oOEwkT6sqmpSf6l3+DSVsIprZcmnijef//9/AICfZCeNHqfJPyCTGJi4t/+7d/K31PgD3QIJiQkSH8eOnRo8eLFMTExVGHQ9Yhidu9NyzdB51VhYeHlE+gkfPvtt32mlmJwCsB5uKzq6mrp+aeWzV3y9QjB7XarrFbp+0DXc+DAATrhp02btnr16tOnT/tNj9LyAWVKaZ8oJVKpaALdOWGx50PZOX73TKAHv1IiQ9zzFA3QvUpqaiqds1Rj8Zfaz3f+QDEf3VvHxsZSePTjH/+Yv/Q42eXFMWPGDKrz+Py98847ucMTozTcdddd6ulXuta/++67mzdvpr0UHR2dlJS0Zs2a1157Tdob//zP/5yTk8NXD/rw7LPP+l2hdw13aeIdT1ozpYrK7stf/rI0AtO///u/0/e0G2k/LFiw4L777lMqU/WLpNLO99ifchrLSym/Sn8qrVbu6NGjVPSTJ0+m2OLpp5/23mOBHku0wD333EM7h3bR3/3d39GafWZBqRSk9fT29lIEz28LPvPMMwEdq59//jnlJSMjY8qUKRSXt7W1qe9P6X99XnbkvE+KgHamUsJ8nsUe29J+kNDOTE9PHxsb88idSt7tJpzSCgAAugivispaP//5zylUtToVFvvss880vsCkl6997Ws//OEPzdyi7nCOAQAIBwGWX5WVlYODg+fPn//qV7/6zW9+0+rkWKy7u1t6W9Bon3/++fe///1rrrlGGqkhTOEcA0N4P6a24QU9LBIZKEdmCnSHo8KvhoaG1NTUK6644u677w7TYQJ0FBcX98wzz5izLTo409LSKKQzZ3PGwTkGAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6EyXA8vnuOgAAAJjM6ojAJMLkU5gSBQAAsC1xqmNh8ilMiQIAANiWONWxMPkUpkQBAABsS5zq2Mn5FLPRFwAAwLbEqY6FyacwJQoAAGBb4lTHwuRTmBIFAACwLXGqYyfnE02EAMBGRkasTgIA/C9xqmNh8ilMiQKA3NjYWHZ29uTJk5999lmr0wIAAlXHwuRTmBIFAAqqurq66uvrCwsLp02bxs+wKcyyOl0AIFB17OR8ookQQBzyoCouLk5+7sfHx9O/q1atsjqNAIAAy3HEKVEAoZw/f37ZsmULFy70CKqysrIqKyvb2tqGh4d7e3vpm7S0NKsTCwACVcfC5FOYEgUQSnZ2ts+gymMxDr8GBwctSSQASMSpjoXJpzAlCiAOCphiYmLo7J4+ffrZs2dVliwoKKDFKPYyLW0A4JM41bGT84k+WADOVlNTQ6d2YWGh31EYeEmXy2VOwgBAiTjVsTD5FKZEAQRBQVVKSgqd2idOnPC7cFtbGy1ZUFBgQsIAQIU41bEw+RSmRAEE0dTUROd1Tk6OloWHhoZo4bi4OKNTBQDqxKmOnZxPNBECOFhmZiad1y0tLRqXT0tLo+V7e3sNTRUAqBOnOhYmn8KUKIAIOjo66KROSUkZGxvT+JOSkhL6SVNTk6EJAwB14lTHwuRTmBIFEEFRURGd1PX19dp/0tDQQD8pLy83LlUA4Jc41bGT84kmQgBH6uvrozM6NjZ2aGhI+6+6urp4rCzjEgYAfolTHQuTT2FKFMDxKioqgngWNTIyEh0dTT90u90GJQwA/BKnOhYmn8KUKICzDQ8Px8bG0hnd19cX6G9zcnLoh52dnQakCwA0Eac6FiafwpQogLPV19fz4KJB/JYffe3Zs0f3VAGARuJUx07OJ/pgATjM2NhYamoqnc7Hjx8P4uctLS302+LiYt0TBgAaiVMdC5NPYUoUwMFaW1vpXM7MzAzu59w7nkI0fVMFANqJUx0Lk09hShTAwbgTVWNjY9BrSEhIoDUMDAzomCoA0E6c6tjJ+UQTIYCT8DgLycnJfqd2VlFYWEgrOXz4sI4JAwDtxKmOhcmnMCUK4FQ8FHtNTU0oK6mtraWVVFVV6ZUqAAiIONWxMPkUpkQBHKm/vz96wuDgYCjraW9vp6tBXl6eXgkDgICIUx3bJZ/j4+M7duxISEhITEx0uVz0p8/F3njjjRtuuGH69Olz5sw5cOCA+jrRRAjgGFVVVXQWb9iwIcT1DA8P03ri4uK0T2IIADoSpzq2Sz4bGxuzs7PfmUAf9u/f773M2bNn582b19LS8tvf/vbdd9+94447tK9fnBIFcB63282d03t6ekJf26JFi/RaFQAESpzq2C75XLZs2bFjx/gzfVi+fLn3MhRR7d27N7j1i1OiAM7D8zTr1a63YcOGEF9FBICgiVMd2yWf8fHx0rytFy9epLtV72VmzZr1yCOPzJ49e8aMGXfeeefw8LD29YtTogDOw8+c2tradFkbh2tlZWW6rA0AAiJOdWyXfEZGRo6OjvJn+hAVFeW9DH1Jt57vTygtLfW+PkaoMjwPAGAAiqvo/KUYS69eU93d3aGMVgoAoRCnOrZLPrU8waJl6L/4M8VYycnJ2tcvTokCOMnIyMiSJUvo/G1oaNBrnRSo8XTRAT0FBwBdiFMd2yWfWvpg5eXlUVzFny9cuIAAC8Dx/uqv/opO3ujoaH2DodzcXFptR0eHjusEAC3EqY7tks99+/YpvUUoFcaBAwfWr18vNRHedddd6utEEyFAWOvp6YmJiaGTNz4+Xt81V1ZW0mrr6ur0XS0A+CVOdWyXfI6Pj2/fvj1hQnV1tXwcLHlhPProo8nJyYmJiRs3bkQndwAHO3z4cFxcHJ25c+fO/a//+i99V86TRhcXF+u7WgDwS5zqWJh8ClOiAA7AE9rwu35GjAh67tw5ntZQ9zUDgDpxqmNh8ilMiQKENbfbXVxczP2udOzY7o2iK9oKRVrGbQIAvIlTHTs5n+iDBRBe+vv7MzMz6WxNSEgwugc6h3Gtra2GbgUAPIhTHQuTT2FKFCBMdXZ28lOljIwMEx4s1dXV0bYqKyuN3hAAyIlTHQuTT2FKFCAcNTY2RkdH03laVFTkdrtN2GJHRwdtLjc314RtAYBEnOrYyflEEyGA/Y2NjW3dupVP0pqaGiO6tPs0PDxMW4yNjTVtiwBwCQGW84hTogBhpKmpiecZjIuLa2lpMXnr3N+ru7vb5O0CiEyc6liYfApTogDhoqenhx9cXX755ZZEOWVlZbT1vXv3mr9pAGGJUx07OZ9oIgSws0OHDvG5uXv3bksSQKEVbX3Dhg2WbB1ATOJUx8LkU5gSBQgLY2NjWVlZdGJu2bLFqjTwI7RFixZZlQAAAYlTHQuTT2FKFCAsNDU10VmZlpY2MjJiVRooyOPZePSdSRoAVIhTHQuTT2FKFMD+KKBJSUmxwzifeXl5lIz29nZrkwEgDnGqYyfnE32wAOzJ5XLRKUnBjdUJuVRVVUUpqa2ttTohAKIQpzoWJp/ClCiAzZ07dy42NtYm4yMcPnyYRze1OiEAohCnOhYmn8KUKIDNlZSU0PlYVlZmdUL+18DAAE99aHVCAEQhTnXs5HyiiRDAbjo7O3lY0cHBQavT8ifcG6yvr8/qhAAIQZzqWJh8ClOiALYlDc1QV1dndVr+v+LiYkqS+ePIA4hJnOpYmHwKU6IAtmWHoRm87dmzh1JVUVFhdUIAhCBOdezkfKKJEMA+7DM0gwdutczJybE6IQBCEKc6FiafwpQogD3ZZ2gGD263mxIWHR1tq+dqAE4lTnUsTD6FKVEAG7LV0Aze0tPTKW3f+ta3rE4IgPOJUx0Lk09hShTAhmw1NIO3uXPnUvIiIyOdMWdOX1/fwMCA1akA8E2c6tjJ+UQfLAA7sOHQDB42btxIKZw1a5bVCdHB0aNHucUTA0+APYlTHQuTT2FKFMBW7Dk0gweKRSiFKSkpVidEB0uXLuVbyuPHj1udFgAfxKmO7ZLP8fHxHTt2JCQkJCYmulwu+tN7mVCeSNHyjY2Nbrdbp/QCgCb2HJrBW3JyMqWzv7/f6oSEpKuriy+P8+fPtzotAL4hwDIbRT/Z2dnvTKAP+/fv914miKDKQ2pqak9Pj05JBgA/bDs0gzcebtT+6VSXl5cnXe7QDQvsCQGW2ZYtW3bs2DH+TB+WL1/uvUwopSJddKKjoxsaGoJeDwBot23bNnsOzeCtvr4+3IcbbWtr44bOoqIi+oALHdgTAiyzxcfHDw0N8eeLFy/6nHuVSiU5OXnatGmZmZnf/e53P/vsM+3rp99S3FZZWclhVmFhobQ5ADDC448/zqfbT37yE6vT4h/3xM/KyrI6IUEaGxtbtGgR94VoaWkJl7gWBIQAy2yRkZGjo6P8mT5ERUUpLfnpp592d3cvX76coiWP//JuE/Tus9Xe3s6dLeg+r6Ojw6DsAMA111zDp965c+esTot/IyMj0RPCtKfm3r17aVdTjEWRFmWBRx1DKyHYEAIss2l5giX37rvv+l1GTl6idNEpKCjgS7/L5aLrURAJBgB1X/rSl+gU2759u9UJ0SonJ4cSHI73XVJft7a2Nv6Gu5Q1NjZamzAAbwiwzKalD5YcBUkBDVrjUaIUVNXX19PdasTEHGTh/uoQgN2E4/wz3IXAzsNJKKmpqaGU5+fnS99wKyHdSVqYKgCfEGCZbd++fUpvEUqFUVpa2tvb+8c//vHMmTN04bj//vu1r99niXZ1daWlpUVMDIEY7m8PAdjK8ePH6czKzc21OiEBoIsApbmoqMjqhARmcHCQGwTpgiZ9SQEut3iisynYDQIss42Pj2/fvj1hQnV1tXwcLKkwDh06tHjx4ilTplx55ZUPP/yw3ztjn32wPAwPD1PcxgtMnTp1586duB4BhI6fqVRVVVmdkAAMDAxQmgPqe2AHZWVllGy6jnl8zx0hmpqaLEkVgBIEWE6jXqI8FqKE33OmuoHuaHt7e9FJCyBQ+fn58i5B4SI1NZWSTWe91QnRqqenh59Ueb9JwJe1wsJCSxIGoAQBltP4LdHNmzcnJiZmZGTExcV5PPqKjY3Nysq68cYb586du23bNnMSDBC+6J6Ez6OwmzuZn2eH0VMfip8owd6vVJOhoSEKvOjyFabvRYJTIcByAi1NhD7RvSDdedfW1hYXF/PQMnJXX311XV1dWLx5DmAJnrCFblesTkjAGhoaKOVlZWVWJ0STjo4ObtNUCmS5lbClpcXkhAGoQIDlNKGUKN3/UYWxefPmmJgYfvGQZWVlIdIC8MZhSnl5udUJCVh3d3cYhYY8i3Z9fb3SAjw4Ft0ompkqAHUIsJxGlxIdGxsbGRlpa2vbsGGDvCURkRaAHA/C1NzcbHVCAkbnOL+RZ//GTdq9Ef5m0eZu+2glBFtBgOUEQTcRauEz0kpOTl6yZMn58+f13RZAeOHJEsL0loO757e3t1udEDV0/eH++H6jWJ7++fDhw+YkDMAvBFhOY1yJSpEW3/iSpKSknp4egzYHYHN9fX38Kq7VCQmSy+WKmJjjweqEqOGpqbXMnMjNtXSBMiFVAFogwHIaE0r0/Pnz8fHxkZGRERMDWGMqexATN12VlJRYnZAg0f1SxP8dFd1uhoaGEhISKJGdnZ1+F+ZWwri4uDAaUh+cDQGW05hTonQJo2sfT7jBI9Bg2FIQDY97Gb43GMPDwxyR2HYAvG984xsRgQxwxX3hw25MMnAqBFhOYGgfLHXt7e3cDSUlJSUc544FCFpGRgYd+WHdSm7nLGzfvp3SFhkZqX001Lq6OrQSgn0gwHIa80t0YGCAB6Hh/hy2vRsG0NHg4KDNH/9oYeeHcDNmzKC0TZ48WftPzp07x6/ghHWhgGMgwAreyMhITU3NlVdeGRsbS/8++uijn376qe5bCZQlJUqXs/r6eh46Kycnp7+/3/w0AJiJOzDRrYXVCQlJY2NjhK/Z/exg4cKFEQpDt6vgVkI8TQc7QIAVvPvvv3/VqlW9vb0UadG/119//QMPPKD7VrSwsIlQrqurKy0tjW/rn3vuue7ubqtSAmA07oBYW1trdUJCQhcuHmLK6oR4CnqYLioR+tXWrVsNShiAdgiwgjdr1qyBgQHpT/pM3+i+lUBZW6J0NeQ5zlj4vmAFoC43N9cZT0r4NT35pcwOenp6IoIaaJ5/iFZCsAMEWMFDgKWkqalp0qRJfJmzOi0A+nO73dETHDBuOE+ibLfxObntMrju6jytqpaRHQAMZYfq2ByGNBEWFBT88pe/HBkZoX/ps+BNhHL79+/ngbJOnDhhdVoAdEaVN3c3tDohOuA37wLt6mS0rVu3Bt37vqamxoY5AgHZpDo2gSGd3B9++OGFCxfGxsbSv4888oiwndx94s4QGRkZGPcPHIaPbWdU4R0dHZSX3NxcqxPyf3Bf9eBuz7iVMDU1VfdUAQTEPtWx0YTJp21KdGxsLDMzM8L2c3EABMqezWrBcbvdPCWDfW6EKCXcAht0knj6Qjw+B2vZpzo2mjD5tFOJdnV18YXSniMZAgSHJz4fHBy0OiH6COVxkREoJRHa5h9Uwu94OuMRI4QvW1XHhtI/n729vcuXL586darl/Z9s2AdLwlc6ulbipR5wBm6BWrRokdUJ0U1FRQXlqL6+3uqE/AlP2xzKUAscojmpjCAc2a06No7++czNzd21a9fvf/973dccCruVqNvt5sGx9uzZY3VaAHTA1X9ZWZnVCdFNS0sL5ai4uNjqhPzJhg0bKD1NTU2hrIRbCfHsHCxkt+rYOPrnMzY29pNPPtF9tSGyYYlyL1raXX19fVanBSBUPNJbiNW/rUgzzFidkD/hcRZCjI3Ky8tpJTU1NXqlCiBQNqyODaJ/Pr/whS/YZE4YOzcRMp7yLD8/3+qEAIQqJSWFDmaH3S1wpijSsjoh/ztYMd+PhdipgO/r0EoIFrJndWwE/fP5zDPPFBcX262jqz1LlC6afAXfu3ev1WkBCB7dU9FhnJCQYHVCdEaXMspXc3Oz1QnRbdgIis+Sk5NpVb29vbokDCBQ9qyOjaBPPiP80WUrIabQ6iT4dvjwYa6Z7DYpB4B2FILYqruSXvbs2UP5Ki8vtzohl+rr6/V6AZBHK62rqwt9VQBBsG11rDu75HN8fHzHjh0UZyQmJrpcLvpTacmhoaF58+YFWkJ2LtGSkhJKXlFRkdUJAQgS9+xx3hsbXV1dIY6MoBd+ltbS0hL6qvhhmB0yBWKyc3WsL/3zOWnSpCB+1djYmJ2d/c4E+rB//36lJe+9997HH39cSwnZ7SmakoGBAZ5ZVperJ4D5eOxcCkesTojORkZGYmNjKWvDw8PWpoTf/tOlixtliofR+elPfxr62gACZefqWF/653Pu3Ln/8z//E+ivli1bduzYMf5MH5YvX+5zsTNnzlx55ZV0gXDSE6xLf25hSU5OHhoasjotAIHRq/+1PeXm5lLujh8/bmEaBgcHdeziRuUVFRVFK7z22mt1WSFAQGxeHetI/3w+9dRTt99++/nz51Wa+bzFx8dLscXFixeVLiU333zzc889dynwErJ/iRYUFFAiS0tLrU4IQGDa2toc/DIsjwlcW1trYRp4D9MlQpe10Q3qZZddFoF5CcEi9q+O9aJ/PoPr5B4ZGTk6Osqf6QPdYHkv88orr1x33XUct/lcp8072qvr7+/nmUba29utTgtAAFwuV4Rz59bk4KawsNDCNNTU1FAaqqqq9Frhm2++SdfY6Ohot9ut1zoBNLJ/dawXu+RTyxOsa665RpoXzHlPsC79eSzsKVOmrFu3zuq0AGhlh0Y043DzHN38WJiGoqIiSgOFejquMz8/P8IpM3NDeAmL6lgXdsmnlj5YoTyUCosSHRsbmz17NmfNef2FwZHs0w3cODyrlYXTy/BLMPqO5MLjPjhpaiMIF2FRHevCLvnct2+f0luESq2BftcZXk2E7Nlnn500aRKl9uDBg1anBcA/nj/Y2e/88ySAjY2NlmzdoBl7ent7abUpKSn6rhbAr3CpjkNnl3yOj49v3749YUJ1dbW8g3zQAVYoy1vo6aef5usphh4F++MHIRUVFVYnxEB79+618GEPj0VsxCCuPPRDd3e37msGUBFG1XGIhMlnWJUod7nQ66UhAOPwsdra2mp1QgzU09MTYd38ffwaoxEDr/PwsBjSHUwWXtVxKITJZ1iV6ODgIM8X1tDQYHVaANQY0T3IbsbGxvgNX0uGqcvLyzPo5WJaJ62Z1q/7mgFUhFd1HAon5zMc+2BJ+NoXGxtrYddaAHX8aCctLc3qhBiOh6nT9z0+jYyL7dxuN7+ggPGNwUxhVx0HTZh8hmGJ8gP8rKyskZERq9MC4ENjY2OEGKPj6j4SlUbcFd241kkOHDFJF5gpHKvj4AiTzzAsUbq/zMjIoJRXVlZanRYAH6x9vc5Mx48ft6Q1rampibZbUlJi0Pp57D0qR4PWD+AtHKvj4Dg5n2HdRMi6u7ujo6Mp8R0dHVanBcCT5QNEmcaq+RYrKipou3v27DFo/QaNAQGgIkyr4yAIk8+wLVF+DT41NRX9JMBW+vv7I/Sbgdj+OJp89dVXzdxoTk4ObVSawcIIixYtMnoTAHLhWx0HSph8hm2J0h0zv0ZkXDMB6OLChQvV1dW/+MUvrE6ISTjgEKGHO+no6OAH4XfccYdpGx0ZGeEH2IbOGMgPyWpqaozbBIBc+FbHgXJyPh3QRMj6+/v5Zfimpiar0wK+URzMwzZSjSjIs8aYmBhxAqzOzk6+jJiZ3+7ubtpiZmamoVvh7mU5OTmGbgVAEtbVcUCEyWeYl2hLS0vExIyzFGxZnRbwgR8DsPvuu8/q5BiOAsr4+HjK7AsvvGB1Wkzy4osv8qAG586dM2eL5owgPzIywiNBDA4OGrohABbu1bF2wuQz/Eu0tLSUcpGbm6vezZb+t7GxceXKlZjN0DQc/kZHR69duzYqKkqEF+u4ycyqwc2twm9Nmjb0OYVWtDkKs4zeEA/H39zcbPSGAC45ojrWSJh8hn+JDg8PcyNUbW2t9//29/dTpV5SUsKNiWTy5MkYQMsEPT09/ACAG3ClYOv48eNWJ81AW7duFbDjTltbW4SJM1tnZmZGmDJXII9nhl6eYA4HVMcaOTmfjumDJens7Iye0NXVdWlioCy64peXl/N7QBIpxjJ/XETRUNTLO1/ejkMRMLfn9vb2Wpg244yNjfFUTiIM0CAntaaZ0EpIZzcPDGHCbRK/EEpZM3kQChCTM6pjLYTJp1NK9MEHH6S8REVFLV68mN8wkoIqugGlO1HupHXw4EH+X8e3VVmrsLCQOwh71ILclpSamurIfi1itg8y01oJuVu9aX3PeUxj2qg5mwOROaY69kuYfDqlRE+dOiUFVRRC5eXl1dbWdnV1ed96CtJWZSF+UpWcnOz95oE0uAZVkIa+Y28JMdsHmWmthHv27KENVVRUGL0h5nK5aHP0rzmbA5E5pjr2y8n5dF4TIVuzZs2cOXO+853v+K25Hd9WZSF+uZ3iV6VB9oeGhvipQHFxsZNaXoRtH2SmtRKWlJREmDgyCz8woyPWnM2ByJxUHasTJp/ClKgHZ7dVWYUqV+7opt5U1NfXx7GIkzrDidw+yMxpJeS+fabdGlHczIEjBoIBo4lTHQuTT2FK1IOz26osQbsxKyuLH035XfjEiRMO6wwncvsgM6GVcGhoiJ89G7cJb/zMzDEHKtiWONWxk/Pp1CbCQDm1rcoq/ACDdqnGgNVJneEEbx9kJrQStre30/rp1sig9fvU3NxMGy0qKjJzoyAgcapjYfIpTIn65Mi2Kkvw4NqBdmtzTGc4tA8yo1sJac3mn62Dg4N8lGL8PDCUONWxMPkUpkSVOK+tymRU69Cu4314+PDhQH8udYY7f/68EckzB9oHmdGthDy0ehCHWYhycnJouw541Ap2Jk51LEw+hSlRFU5qqzIZ3dzzMPpBP1cYGxvLzc3lMcxeeeUV3VNoArQPSoxuJeT9bNqkhxIKnc0cGwLEJE517OR8og+WN8e0VRmKqk+KIZqbmysrKwsKCri2Y0lJSUH3Y/vXf/1XXkl+fr6+CTYH2gfljGslHBgYiJgYOlj3Nft14sQJFDEYTZzqWJh8ClOifmHgBm9UpWVnZ6enp69ZsyYzM1M+RD6j2m7x4sV/+Zd/+dprrwW9FYrMbr75ZlrbzJkzw/FtA7QPyhnXSshrtqqzuVUPz0Ac4lTHdsnn+Pj4jh07qBpLTEx0uVz0p/cyR48eXbly5ZQpU2bPnr1p06YLFy5oX784JeqX1FaVkpIyNDRkdXIsQ/uhq6urvr6+sLCQDiqPiIrCrJKSEvrf9vZ2Cr903C7P4Nva2qrjOk2A9kEPxrUSVlVVWRjI8g1YQ0ODJVsHEYhTHdsln42NjdnZ2e9MoA/79+/3Xub6668/cuTI8PDwxx9/vGvXrlWrVqmvE02ESihu4H1CMYTVaTGVPKji2lESGxublJT0D//wD93d3Ya+RUWHeoTpb+CHDu2D3gxqJSwoKKDVtrW16btajbinJqXBkq2DCMSpju2Sz2XLlh07dow/04fly5erL+92u6dNm6Z9/eKUqBYUQ8TExNA+ueyyyyhgtTo5flAKvRvU6Jv+/n7KCFX8V1999fTp06m2q1Xw0EMPFRcX5+fnewRVWVlZlZWVVJOZuRMoeuNR4MPrURDaB70Z1ErIh4dVT5d5jFO638C4xGAQcapju+QzPj5euqBcvHhRvYPnJ598snv37ltuuUX7+sUpUY0opFixYgXtlvr6eqvTouZf/uVfoqOjKTBat25dUVFRXl5eWlqaR5wUEEuCKg+UAEoJhSxWJSBQaB/0yYhWQn5SmJqaqtcKg8BzP7S3t1uYBnAwcapju+QzMjJydHSUP9OHqKgopSW5mrziiiu8L2rqNauBqQ9PPL1rSkqKbccVbGpqojtppQKlSIuipfz8/L/4i7+YNWsWxStKT7BoAVo+MTHRJn3O6NDlhwT2f3zI0D6oRN9WwsHBQbr00QoXL16sywqDw8OclpeXW5gGcDBxqmO75DOgJ1gfffTRzp07V6xYoX394pRoQHhcQRt2aO3r66PIiQOpOXPmrFy5srm5ua2tjYLC/v7+QOMSqrf27t1L6zQotUHgkST37NljdUI0QfugEn1bCX/2s5/xMW9tF6ju7m5KA9202PbWC8KaONWxXfIZaB8sirGmT5+uff3ilGhAuHpITU21z6gBlBK6geYHV8nJyWH3tp1GPNlcWlqaffa8ErQPqtCxldDtdnPb3MyZM99++21dkhc0ztSCBQvsf3xC2BGnOrZLPvft26f0FqFUGBs3bjxz5szo6Oh7771XUVGBPli6oJtv2jnNzc1WJ+R/dXV18SgGpKysLFxa0IKzaNGisOjpgvZBdbq0ElIcU1JSwk32+g4LEhwK/SMmZh1w9jkIlhCnOrZLPsfHx7dv354wobq6Wj4OllQYhw4dWrx4cUxMzLx587Zt2/bhhx+qrxN9sLTgt7Kp+rT2VpVu3ylo5hE+KTGdnZ0WJsYcDQ0NlNnCwkKrE+IH2gfV6dJKyFEaRVc2acj+t3/7N+4NZv58iOB44lTHwuRTmBINFMVV/CjFqisphVbt7e080x8FWC6XS5CeH8PDw9wSapM61Se0D/oVeishv1VKKzlx4oS+aQvF3r17uZneDk/UwEnEqY6FyacwJRqE5uZmHTvqBmT9+vXSI8bc3FzRavHy8vIIe8+ti/ZBLUJpJeRRf+nWwoZPbflVDAw6CvoSpzp2cj7RRKgR3YKnpKREmDt4NMVSpaWlXDSRkZENDQ0Cdqft7e2NmJjo0LaDOqJ9UIugWwn5KRFFV/ZsiRscHOTnlzZ80RjClzjVsTD5FKZEg8P9gcyZv6W9vV0agiEqKmrWrFnPPPOMCdu1J94VVNFanRAf0D6oUXCthBRUcafDxsZG49IWIn7dNTY2FscA6EWc6liYfApTosGRHmIZ105Bm2hubpZeEkxISKiqqqJbZIM2Fy6olqW9kZGRYXVCfED7oHaBthLSvuXoyv5joXFDdlZWliCdI8Fo4lTHTs4nmggDUltbS3spPz9fx3X29vZSxDY8PFxfX88BXMTEsFsNDQ14/ZuNjY1xB3+qca1Oiye0D2oXUCvhiRMn+IlXZWWl0QkLndvtphuAcEkt2J841bEw+RSmRINGEY++kxBzByNuX+APVP20tLQI2NdKHXdzLi4utjoh/8cbb7wRjpNSW2VkZGTy5Mm0u+655x71GZn6+vq44bWsrMy05IWou7ubn7fZ8DYAwo441bEw+RSmRENRU1OjV01P9c29994rPT4sLCzEpVnJ4OAgxaBUgfX391udlj85ceIEF9zcuXOtTkvY4BCEpaSkFBUVVVVVtba20p2GdFNBRcyPcktKSsLrToNvA1JTU20yoSeEL3GqY2HyKUyJhoJr+tAfWrS3t/PYWmTp0qWnTp3SK4VOxT14XC6X1Qn5E+4ZRm6//Xar0xI2HnvssaSkpC9+8Yvc/CdHp1VWVhbtzMsuu4zfJgm7/kwUDvJMPhQaWp0WCG/iVMdOzif6YAWBxzwMuvGir6+vsLCQd3hGRgaeWmnE0+smJyfbpN599dVXKT2TJ0/GIJPBOXfuXFtbW21tbXFxsXSzITl58qTVCQxGf38/txo3NTVZnRYIY+JUx8LkU5gSDdHg4GD0hECHpR4eHq6qquJWEroKizmuVShycnLsU3Xx4BHo3q4Xt9vd1dW1detWOkHS09NtEkYHgWfWiouLs09zNoQdcapjYfIpTImGrqysLNCHWBQWcM8Sqj+oFkEvjSBw1UVhltUJ+dMLccnJyXjTU3e0S8P9xoPHB87NzfWbEYojOzs7wz2/oDtxqmMn5xNNhME5d+4cxUmxsbFaBqmi+3J+9MI9S7q7u01IoSNJQ5HRLrUwGVQd8jv5GLwbfKIYkQcWqa2tVVmMrh7p6em02G233WZa2iAsiFMdC5NPYUpUF3yT6nPYG7pu8uhWDz30UGJiIodWdMFtaWkxP50O43K5aGfSzrcwDU1NTRETg4viwQMoodOfOxJINwN0e9DT09Pc3EwXjYKCAh6HgsXExJg5BxfYnzjVsTD5FKZEdUHXyoiJKQI3bNhQVlZGV8ysrCy+bfX2jW98w7ZT6YWXgYGBqKioSZMmWTV3ivQUrbW11ZIEQLh44IEH6DiZOnXqrbfempmZKR+igiUkJFx77bXS8MIlJSV4YQKYONWxMPkUpkT1QtW8z3CK7k0zMjLy8/NXrlw5ZcqU1atXW51SR5k+fTrtZPrXkq3zaP526AcGNvf88897XBkozKIoqr6+vr29XYqlxsbG9u7dy+NWUMhl51kXwwLtT9qHmzZtevPNN61OS8Do/u2NN96orq4Wpzp2cj7RBysUFEJFRkZ+7Wtfa25uPn78eHd3N94bMsHGjRv5cDV/irrBwUF+Cd+4+SjBMYaGhtLT0y+//PK6ujq6OKi/F0nxVlFRkdRTs6+vz7R0OgAFVV1dXRS5FhYW8g0Yo0t0U1OTnVsPnn766bVr1959990FBQUeDSBWJ80kwuRTmBLVkZ1PXQd77rnnIibexzQ50KmoqKDtUkVo5kYhrAXUUe/w4cPcYhgbG1tbW4tOfirkQZXHuLV038vXB/6TdmZpaWl7e7t99mdPT09NTc28efM8nnFQmufMmYMAy4HEKVFwAJ6ziGoj07qt8KujpLe315wtgoCGh4d5BvGIiYGIrX1h1oZOnz69ZMmShQsXegRVWVlZlZWVbW1ttAP7+voonKIPzc3NBQUF8s4btAy/x23JACscV3kPq7t+/frjx4/zwIoUBfIoMOYnzxJOzieaCCFM0WWIL51aRhvSRUlJSURYTT8M4auzs5OHAuF2rpdeesnqFNlCU1MTz1TmHVSp/Iruwerr6zMzM6Ufzpw5M8LE0TG84yoK9SiM7ujoeP31131O5iFOdSxMPoUpUXCGoaGhtLQ0Om7Ly8uN3lZXVxe3NWgZ+QwgdCMjI1Qrc2sXEXyQl76+Pp47gVsAk5KSzp8/H+hKKNChgEx6bXPSpEmPPvqoQY+y6K7vyJEj11577axZs7zjKr/3hOJUx8LkU5gSBcfo7u7mO9rm5mZDN4SJccASVVVVUvVcUVEhYKdPikXq6ur4NKcApbW1NcSx/um3TzzxBD/Eiph4c7O2tlavMKu/v7+xsbGkpITfhmEzZszQGFdJxKmOnZxPNBFCuKPQip8t0e2pQZvAxDhgFaqSjx49umPHDo4w0tLShHqDtaurS2raKysr0/cEpCtGcXFx6GEWRb10iSgvL/foXMVjyVIkF0RYLE51LEw+hSlRcBjuFEx1jxEzPGJiHLCDvr6+3NxccR5lUQYpm/wmIAUuxoWVwYVZg4ODFPClpqZ6DCFLaygpKWlsbOQhe6jUgpu2XJzqWJh8ClOi4DAUA/Fsj4WFhbp3eMfEOGATdATu2bNHhEdZ7e3tPCgUxS4ulyu4GCUg3mHW2bNnpQ6XKtMccSLz8vLoJ11dXXpdJcSpju2Sz/Hx8R07dlDZJyYm0jFHf3ov8/LLL69atYrOwNmzZ2/ZsuWDDz7Qvn5xShScZ2BggPuu6ttNChPjgN048lGWNH/r5s2bpflbKZvGtfv7JA+zOHK66aablKY5mjlzJn1/zz33GFEE4lTHdslnY2Njdnb2OxPow/79+72XWb169bFjx6i833///W3btt1yyy3q60QfLHCMjo4Ovg7S7a9e68TEOGBD4fUoi1Lb39/f3d1NZ+g3v/nNdevW7dixQ33+1sjIyIaGBqueGVOYtXTpUo8k+ZzmyLhHa+JUx3bJ57Jlyyh44s/0Yfny5erLf/zxxwHN1yZOiYJTUa1Dh3FcXBwP2RciTIwDdiZ/lJWenv7zn//cwsTQyfLEE0/MmTOHkkTBU1FRUV5eHgV/HsOBKpHmb6V/KbqqrKy0MC+XJiKnu+66i9Kzb98+v9McGUGc6tgu+YyPj5f68F68eJEu/erLt7W10fGhff3ilCg4GA8HOmvWrO9+97shrmrNmjURmBgHbGxsbOzBBx/kGOXyyy83rUFNvU+SN4q0srKyrr32Wv7zr//6r1XmbzU/mrEhcapju+ST4vrR0VH+TB+ioqJUFj59+vSCBQvOnj3r8b36aWBU0gHM4na7pZH9Vq9efeLEieDW8/Wvfz1iYihCTIwDdkbhyNy5c+lAjZjoM2Tcu64dHR10y3H77bcr9Um6+uqrp0yZkpGRQcET3d53dnZS8OTxRl5XV5et5gS0LXGqY7vkU/sTLDqy58+ff/LkyYDWL06JgrP94z/+o/zST/VBY2Ojxo6odIpRFcXvJJKYmBhndCIGB6N45de//nVlZSUftIWFhfqOV0JBUk1NDcdw8tPKu08SIie9iFMd2yWfGvtgtba2zpkz59SpU4GuX5wSBcfr7u7+6U9/SrWCNC0G3ZBUVFT09fX5XH5kZIROnKKiIunWnO5nlixZgjngIIxQrMOtdXTY+5zhLlAUMNH9hrwFMD8/35I+SaIRpzq2Sz737dun9BahVBhPPvnk/PnzlWoRb2giBGejGoIip7y8POkgLygoOHz4sHSr3dnZuXXrVqkrLgVYxcXFtACqEAhHAwMDPAk6cblcoTxSohNHGpqc4qojR47QNzgvzCFOdWyXfI6Pj2/fvj1hQnV1tXwcLKkwvLtVaW/gEKdEQUC9vb3l5eVSIJWUlLR06dLZs2dLZ0pubu7evXuNGAsewEwUVNXX1/Oz2JycHO9e5H7RXYfUSp6RkdHW1mZAMkGNONWxMPkUpkRBWMPDwxRFyacMS0tLq6mp0WVYBwD76OrqomM7YmLUEu3D5NJ9SFFREZ8aKSkpTU1N6FZlCXGqY2HyKUyJguBGRkb4UVZ5ebnVaQEwCt1OlJaWcrQUGxu7cuXKWgUul+u66667+uqr+bkXzxWD1kALiVMdOzmf6IMFYqK6p7u72+pUABiuqakpMjLSu/eIT1FRURUVFdIcfGAVcapjYfIpTIkCAIijrq4uPj5+1apVSk+wNm/eHD1Bl3cPIXTiVMfC5FOYEgUAALmhoSGPQUHBQuJUx07OJ5oIAQAAbEWc6liYfApTogAAALYlTnUsTD6FKVEAAADbEqc6dnI+0UQIAABgK+JUx8LkU5gSBQAAsC1xqmNh8ilMiQIAANiWONWxMPkEAAAAG7A6IjCJKPnUlznHB7aCrThjK6ZtCFvBVhyzIWzFAQTNdoicdFBiK9iKYzaErWArjtkQtuIAgmY7RE46KLEVbMUxG8JWsBXHbAhbcQBBsx0iJx2U2Aq24pgNYSvYimM2hK04gKDZBpMJe4LZHMrFtlA0toWiAY1woIAZcEmyJ5SLbaFobAtFAxrhQAEz4JJkTygX20LR2BaKBjTCgQJmwCXJnlAutoWisS0UDWiEAwXMgEuSPaFcbAtFY1soGtAIBwoAAACAzhBgAQAAAOgMARYAAACAzhBgAQAAAOgMARYAAACAzhBgAQAAAOgMARYAAACAzhBgQcDGx8d37NiRkJCQmJjocrnoT/Xv9fotqFPZhxF/FuhvUS66UNqNL7/88qpVq2JjY2fPnr1ly5YPPvhA+29RNLpQ2o1Hjx5duXLllClTqGg2bdp04cIF7b9F0QBDgAUBa2xszM7OfmcCfdi/f7/693r9FtT53YcqARbKxVBKu3H16tXHjh1zu93vv//+tm3bbrnlFu2/RdHoQmk3Xn/99UeOHBkeHv7444937dpFcbD236JogCHAgoAtW7aMagX+TB+WL1+u/v0lWdUexG9BI7/70DvAQrmYQ8tupIp8+vTp0p8oGnNo2Y0UAU+bNk36E0UDGiHAgoDFx8cPDQ3x54sXLyYkJKh/f0l2SQrit6CR332oEmChXAylZTe2tbXl5+dLf6JozOF3N37yySe7d++WP1xE0YBGCLAgYJGRkaOjo/yZPkRFRal/r9dvQZ3ffajSRIhyMZTf3Xj69OkFCxacPXtW+29RNLpQ343cc/GKK644d+6c9t+iaIAhwIKAhXLfhns+4wTxBMvvb1EuulDfjZ2dnfPnzz958mRAv0XR6MLvbvzoo4927ty5YsUK7b9F0QBDgAUBC6XnAXotGCeIPlh+f4ty0YXKbmxtbZ0zZ86pU6cC/S2KRhdadiPFWPLucX5/i6IBhgALArZv3z6f78gofX9JVrUH8VvQyO8+VOmDhXIxlNJufPLJJ+fPn9/X1+f9ExSNOZR248aNG8+cOTM6Ovree+9VVFT47IOFogF1CLAgYOPj49u3b0+YUF1dLR/9xef3l2SXpCB+Cxqp7385+ffqv0W56EJpN0Z4cbvd0n+p/xZFowul3Xjo0KHFixfHxMTMmzdv27ZtH374ofQTFA1ohAALAAAAQGcIsAAAAAB0hgALAAAAQGcIsAAAAAB0hgALAqY0Q22gU59qmelW5efDw8N33nnnjBkzkpOTd+7cqZRapUlbMSErAAAYBwEWBExphtpApz7VMtOtys/LyspKS0svTFi7du0PfvADnz9XmrQVE7ICAIBxEGBBSOQz1IYy7J7HTLdySj9PSkqiyIw/U4yVl5fnN7XySVsxGCAAABgHARaERD5DbSgTR3jMdCun9HMKsOhP/kyRlt/5KDwmbcV0FgAAYBwEWBA8jxlqg576VGWmW5Wfb9y4cf369e9PWLduXXR0tEpSvSdtxYSsAABgHARYECTvGWqDe4LlvR6PAceVfv7hhx9SXJWYmDhr1qzHHnssJSXF588lHpO24gkWAAAYBwEWBMPnDLVB9MHyO9Ot+s8l3/ve9yjY8pts+aSt6IMFAADGQYAFAVOaoTbQqU9VZrrVstr169cPDAwMDw8fPHhw3rx5b775ps+fK03aiglZAQDAOAiwIGBKM9QGOvWpyky3cko/P3DgwJw5c6ZNm7Z69erTp08rpVZp0lZMyAoAAMZBgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADr7f84ZZzxV7LQIAAAAAElFTkSuQmCC)
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